As I pondered the mysteries of the universe, I found myself drawn to the humble donut. Not just any donut, mind you, but the intricately angled, trigonometrically perfect donut.
It began with the classic question: "How many degrees of separation between the donut's circumference and its radius?"
I spent many an evening in the space station's common room, scribbling equations on the blackboard and muttering to myself.
"If the circumference is C, and the radius is r... then the angle of the sector is... Ah ha!"
Key Findings:
- The donut's circumference is indeed 2πr, as one would expect, but its radius is actually 3.14r, because, you know, π.
- The angle of the sector is 90 degrees, because, let's face it, donuts are all about the angles.